Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Don_Fairfield_102004_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 20 2001 |
Start Time | | 2001/11/20 10:00 |
End Time | | 2001/11/20 22:00 |
Key Words | | K-G instability |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Don_Fairfield_102004_2 |
Minimum Dst Value | | -35 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
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)
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